Question

Freddy is buying wings and nachos for a party. A box of 10 wings cost $7.00. Nachos cost $4.00 per tray. He must spend less than $40 on the wings and nachos. Using x to represent each box of wings and y to represent each tray of nachos, create an inequality that correctly represents the possible number of boxes of wings and trays of nachos Freddy can buy and still be within his budget.

Answer 1

Answer:

7x + 4 y < 40

Step-by-step explanation:

As per given information, let x be the number of box of wings and y be the number of trays of nachos.

This can be written mathematically as;

For one box = X = 7 dollars

For one tray of nachos = Y = 4 dollars

Total amount that Freddy has is 40 dollars

Now the inequality equation can be written as;

7x + 4 y < 40

Answer 2

7X+4Y<40 represent an inequality that correctly represents the possible number of boxes of wings and trays of nachos Freddy can buy

Step-by-step explanation:

• Given data

        Total spend of money = 40 $

• Cost of each box of wings = 7 $

         Let total number of box of wings =X

         So total cost on box of wings = 7×X =7X $

• Cost of each tray of nachos  = 4 $

        Let total number of tray of nachos =Y

        So total cost on tray of nachos = 4×Y =4Y $

• Total cost on box of wings+Total cost on tray of nachos<Total spend of money

• On putting respective value in above equation

        7 X + 4 Y < 40

• 7 X + 4 Y < 40 represent an inequality that correctly represents the possible number of boxes of wings and trays of nachos Freddy can buy